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7th & 8th Grade Curriculum Links
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8th Grade Math
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GRADE 8 MATHEMATICS STANDARDS
CMP
Unit
STANDARD
TRIMESTER 1
TRIMESTER 2
TRIMESTER 3
Solves problems in both mathematical and everyday contexts
Communicates mathematical thinking clearly and concisely
SIWS
Solves equations and analyzes expressions including those involving grouping symbols
xx
xx
TWMM
Represents linear relationships using equations, graphs, tables, and scenarios
xx
xx
TWMM
Recognizes and writes expressions for linear and non-linear patterns
xx
xx
LFP
Understands and applies the Pythagorean Theorem
xx
xx
GGG
Recognizes and writes expressions for exponential patterns
xx
xx
GGG
Applies rules for working with exponents
xx
xx
KHM
Demonstrates an understanding of transformations, congruence, and symmetry
xx
xx
S & P
Creates, interprets, and utilizes various tabular and graphical representations of data
xx
xx
UNIT OVERVIEW
Say It With Symbols
Learning Goals
• Represent patterns and relationships in symbolic forms
• Write algebraic expressions in useful equivalent forms
• Combine symbolic expressions using algebraic operations
• Analyze expressions or equations to determine the patterns of change in the tables and graphs that the equation represents
• Solve linear equations using symbolic reasoning
• Use algebraic reasoning to validate generalizations and conjectures
Procedural Guides:
Extension Activities:
Moving Straight Ahead
Learning Goals
• Recognize situations in which two or more variables have a linear relationship to each other
• Create tables, graphs, and symbolic equations that express linear relationships
• Translate information about linear relations given in a table, graph, or an equation to one of the other forms
• Understand the connections between linear equations and the patterns in the tables and graphs of those equations
• Solve linear equations
• Solve problems and make decisions about linear relationships using information given in tables, graphs, and symbolic expressions
Procedural Guides:
Extension Activities:
Thinking With Mathematical Models
Learning Goals
• Recognize linear and non-linear patterns in tables and graphs
• Describe data patterns using words and symbols
• Write equations to express patterns appearing in tables, graphs, and problems
• Solve linear equations
• Model situations with inequalities
• Write equations to describe inverse variations
• Use linear and inverse variation equations to solve problems and to make predictions and decisions
Procedural Guides:
Extension Activities:
Looking for Pythagoras
Learning Goals
• Relate the area of a square to its side length
• Develop strategies for finding the distance between two points on a coordinate grid
• Understand and apply the Pythagorean Theorem
• Estimate the values of square roots of whole numbers
• Locate irrational numbers on a number line
• Use the Pythagorean Theorem to solve everyday problems
Procedural Guides
Pythagorean Theorem.doc
Details
Download
44 KB
Extension Activities:
Growing, Growing, Growing
Learning Goals
• Identify a situation in which a quantity grows or decays exponentially
• Recognize the connections between exponential equations and the growth patterns in tables and graphs of those equations
• Construct equations to express exponential patterns in data tables, graphs, and problem situations
• Solve problems about exponential growth and decay from a variety of different areas, including science and business
• Compare exponential and linear relationships
• Understand the rules for working with exponents
Procedural Guides
Procedural Guide – Exponential Growth.doc
Details
Download
39 KB
Extension Activities:
Differentiated Stations.docx
Details
Download
192 KB
Differentiated Station Answer Sheet.docx
Details
Download
79 KB
Kaleidoscopes, Hubcaps, and Mirrors
Learning Goals
• Identify figures with different types of symmetry
• Describe types of symmetry in terms of the images made by applying reflections, rotations, and translations to points of the original figure
• Use transformations to construct figures with different types of symmetry
• Use transformations to compare the size and shape of figures to see if they are congruent
• Identify congruent triangles and quadrilaterals efficiently
• Use properties of congruent triangles to solve problems about shapes and measurements
Procedural Guides:
Extension Activities:
Samples & Populations
Learning Goals
• Use the process of statistical investigation to explore problems
• compare sample distributions using displays that group data
Procedural Guides:
Extension Activities:
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GRADE 8 MATHEMATICS STANDARDS
Unit
UNIT OVERVIEW
Say It With Symbols
Learning Goals
• Represent patterns and relationships in symbolic forms
• Write algebraic expressions in useful equivalent forms
• Combine symbolic expressions using algebraic operations
• Analyze expressions or equations to determine the patterns of change in the tables and graphs that the equation represents
• Solve linear equations using symbolic reasoning
• Use algebraic reasoning to validate generalizations and conjectures
Procedural Guides:
Extension Activities:
Moving Straight Ahead
Learning Goals
• Recognize situations in which two or more variables have a linear relationship to each other
• Create tables, graphs, and symbolic equations that express linear relationships
• Translate information about linear relations given in a table, graph, or an equation to one of the other forms
• Understand the connections between linear equations and the patterns in the tables and graphs of those equations
• Solve linear equations
• Solve problems and make decisions about linear relationships using information given in tables, graphs, and symbolic expressions
Procedural Guides:
Extension Activities:
Thinking With Mathematical Models
Learning Goals
• Recognize linear and non-linear patterns in tables and graphs
• Describe data patterns using words and symbols
• Write equations to express patterns appearing in tables, graphs, and problems
• Solve linear equations
• Model situations with inequalities
• Write equations to describe inverse variations
• Use linear and inverse variation equations to solve problems and to make predictions and decisions
Procedural Guides:
Extension Activities:
Looking for Pythagoras
Learning Goals
• Relate the area of a square to its side length
• Develop strategies for finding the distance between two points on a coordinate grid
• Understand and apply the Pythagorean Theorem
• Estimate the values of square roots of whole numbers
• Locate irrational numbers on a number line
• Use the Pythagorean Theorem to solve everyday problems
Procedural Guides
Extension Activities:
Growing, Growing, Growing
Learning Goals
• Identify a situation in which a quantity grows or decays exponentially
• Recognize the connections between exponential equations and the growth patterns in tables and graphs of those equations
• Construct equations to express exponential patterns in data tables, graphs, and problem situations
• Solve problems about exponential growth and decay from a variety of different areas, including science and business
• Compare exponential and linear relationships
• Understand the rules for working with exponents
Procedural Guides
Extension Activities:
Kaleidoscopes, Hubcaps, and Mirrors
Learning Goals
• Identify figures with different types of symmetry
• Describe types of symmetry in terms of the images made by applying reflections, rotations, and translations to points of the original figure
• Use transformations to construct figures with different types of symmetry
• Use transformations to compare the size and shape of figures to see if they are congruent
• Identify congruent triangles and quadrilaterals efficiently
• Use properties of congruent triangles to solve problems about shapes and measurements
Procedural Guides:
Extension Activities:
Samples & Populations
Learning Goals
• Use the process of statistical investigation to explore problems
• compare sample distributions using displays that group data
Procedural Guides:
Extension Activities: